Solving Catapult Physics Homework with Simple Mechanics Equations

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    Catapult Physics
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Homework Help Overview

The discussion revolves around the application of simple mechanics equations to analyze the physics of a catapult, particularly focusing on the forces, acceleration, speed, and distance involved in the projectile motion of the object being thrown.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster seeks suggestions for relevant formulas without needing complete solutions, indicating a desire for guidance on which equations apply to different aspects of the catapult's mechanics. Some participants inquire about whether the focus is on the catapult itself or the projectile, clarifying the context of the problem.

Discussion Status

Participants are exploring various equations related to projectile motion and energy conservation, with some suggesting basic kinematic equations and conservation principles. There is an ongoing exchange of ideas, but no consensus has been reached regarding the specific formulas to use.

Contextual Notes

The original poster mentions having time and distance traveled but lacks access to their physics book for specific formulas, which may limit the discussion's depth.

fishmonkeys
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Homework Statement



How simple mechanics equations can be used to describe force, acceleration, speed, distance, etc. of a catapult.

Homework Equations



This is my question. I have the time and distance traveled already, I'm hoping for some help as to what formulas to use. I don't need them filled out for me, just some suggestions as to what formulas will describe which parts

The Attempt at a Solution



Not necessary, just some general formula help...I am fine with formulas and explanations based on formulas once I get them, but my formulas were all in my physics book, which I no longer have.
 
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do u mean the catapult itself or the thing it throws?
 
The projectile being thrown.
 
if u neglect air friction u can use consevation of energy,

then u have the basic projectile equations which are similar to one dimensional kinematics equatios:

range = v(x) * time
[v(y)(final)]^2 = [v(y)(initial)]^2 + 2*g*h
delta y= [v(y)(initial)]*t + (g*t^2)/2
and u can always use x=v*t

u can also use conservation of the momentum for relative movements of the projectile and the catapult itself
 

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